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How the CMU Rule Avoids the New Paradoxes

Learn how the CMU Rule prevents new paradoxes by ensuring logical consistency and clarity in argumentation. Discover the methodology behind resolving paradoxes in a clear and structured manner. This guide provides insights into the pitfalls to avoid and strategies to apply when dealing with complex conditional statements.

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How the CMU Rule Avoids the New Paradoxes

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  1. How the CMU Rule Avoids the New Paradoxes

  2. Free from New Paradox 1 p(.|A v B ) A p A v B B C

  3. Free from New Paradox 1 p(.|A v B ) A p A v B B C

  4. Free from New Paradox 1 A p(.|A v B ) p A v B B C

  5. Free from New Paradox 2 p(.|B) A p AvB B C p(.|B)

  6. Free from New Paradox 2 p(.|B) A p AvB B C p(.|B)

  7. Free from New Paradox 2 A p(.|B) p AvB B C p(.|B)

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